EAC MANIFOLDS WITH STRUCTURE GROUP G2

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Aminizadeh Masoud; Kamandar Mahdi; ABDOLLAHI ALI

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Seminar Paper

Paper Information

Seminar: ANNUAL IRANIAN MATHEMATICS CONFERENCE
Year:2012 | Issue:43

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Title

EAC MANIFOLDS WITH STRUCTURE GROUP G2

Author(s)

Aminizadeh Masoud | Kamandar Mahdi | ABDOLLAHI ALI | Issue Writer Certificate

Keywords

EAC MANIFOLDS

G2-MANIFOLDS

CYLINDRICAL

Abstract

IN THIS PAPER WE WILL CONSIDER THE DEFORMATION THEORY OF COMPACT G-MANIFOLDS, WHERE G = G2. WE WILL PROVE THAT THE MODULI SPACE OF TORSION FREE G-STRUCTURES IS A SMOOTH MANIFOLD. ALSO PROVED SMOOTHNESS OF THE MODULI SPACE ON COMPACT GMANIFOLDS FOR ANY OF THE RICCI-FLAT HOLONOMY GROUPS G2 IN A FAIRLY UNIFORM WAY. THE ARGUMENTS USED HERE ARE GEARED TO MAKE IT EASIER TO GENERALISE TO THE ASYMPTOTICALLY CYLINDRICAL CASE.

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APA: Copy

Aminizadeh, Masoud, Kamandar, Mahdi, & ABDOLLAHI, ALI. (2012). EAC MANIFOLDS WITH STRUCTURE GROUP G₂. ANNUAL IRANIAN MATHEMATICS CONFERENCE. SID. https://sid.ir/paper/924950/en

Vancouver: Copy

Aminizadeh Masoud, Kamandar Mahdi, ABDOLLAHI ALI. EAC MANIFOLDS WITH STRUCTURE GROUP G₂. 2012. Available from: https://sid.ir/paper/924950/en

IEEE: Copy

Masoud Aminizadeh, Mahdi Kamandar, and ALI ABDOLLAHI, “EAC MANIFOLDS WITH STRUCTURE GROUP G₂,” presented at the ANNUAL IRANIAN MATHEMATICS CONFERENCE. 2012, [Online]. Available: https://sid.ir/paper/924950/en

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